In this paper, an algorithm for 2-D frequency estimation is proposed. This algorithm consists of two parts. First, two sets of 1-D distinct frequencies are estimated separately. Then, the estimates of the 2-D frequencies are obtained by pairing the components in the two sets of estimated 1-D frequencies. The correct pairing is accomplished based on the fact that a vector in the signal subspace is orthogonal to the noise subspace of a 2-D signal. The capability of determining the number of signals is inherited in the proposed algorithm. Computer simulation results are provided to demonstrate the efficacy of the algorithm
The problems of one-dimensional and two-dimensional (1-D and 2-D) parameter estimation based on the ...
In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensio...
A new iterative technique for fitting a two-dimensional signal model to observed data in the least s...
Simultaneous frequency and wavenumber estimation using two-dimensional (2-D) linear prediction on a ...
Abstract—The problem of multiple two-dimensional (2-D) sinusoidal frequency estimation is considered...
The problem of two-dimensional frequency estimation of a sinusoid embedded in complex white Gaussian...
This paper discusses the extension of the one-dimensional alternating notch-periodogram algorithm (A...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
Most existing techniques for frequency-wavenumber estimation require a computationally expensive num...
This paper proposes a new frequency domain approach for identifying the parameters of two-dimensiona...
This paper proposes a new frequency domain approach for identifying the parameters of two-dimensiona...
In this paper, we introduce a non-parametric 2-D spectral estimator for smooth spectra, allowing for...
Thesis (M.S.)--Wichita State University, College of Engineering, Dept. of Electrical and Computer En...
none2siThis paper describes a new approach for identifying the parameters of two-dimensional complex...
International audienceAn algorithm for the characterization of local frequencies in two-dimensional ...
The problems of one-dimensional and two-dimensional (1-D and 2-D) parameter estimation based on the ...
In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensio...
A new iterative technique for fitting a two-dimensional signal model to observed data in the least s...
Simultaneous frequency and wavenumber estimation using two-dimensional (2-D) linear prediction on a ...
Abstract—The problem of multiple two-dimensional (2-D) sinusoidal frequency estimation is considered...
The problem of two-dimensional frequency estimation of a sinusoid embedded in complex white Gaussian...
This paper discusses the extension of the one-dimensional alternating notch-periodogram algorithm (A...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
Most existing techniques for frequency-wavenumber estimation require a computationally expensive num...
This paper proposes a new frequency domain approach for identifying the parameters of two-dimensiona...
This paper proposes a new frequency domain approach for identifying the parameters of two-dimensiona...
In this paper, we introduce a non-parametric 2-D spectral estimator for smooth spectra, allowing for...
Thesis (M.S.)--Wichita State University, College of Engineering, Dept. of Electrical and Computer En...
none2siThis paper describes a new approach for identifying the parameters of two-dimensional complex...
International audienceAn algorithm for the characterization of local frequencies in two-dimensional ...
The problems of one-dimensional and two-dimensional (1-D and 2-D) parameter estimation based on the ...
In this paper, we extend our previous sparse linear prediction (SLP) method [1,2,3] for two-dimensio...
A new iterative technique for fitting a two-dimensional signal model to observed data in the least s...